Wenbo Niu Source Confirmed

Affiliation confirmed via AI analysis of OpenAlex, ORCID, and web sources.

Researcher

University of Arkansas at Fayetteville

faculty

14 h-index 89 pubs 903 cited

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Biography and Research Information

OverviewAI-generated summary

Wenbo Niu's research investigates molecular mechanisms driving cancer progression and explores therapeutic strategies. His work has focused on understanding how specific proteins and signaling pathways, such as Notch and Src/ERK, influence cancer cell migration, invasion, and proliferation in conditions like hepatocellular carcinoma and colorectal cancer. Niu has also examined the role of extracellular vesicles and microRNAs in promoting tumor metastasis and the potential of drug delivery systems, including those integrating grapefruit extracellular vesicles and heparin-based nanoparticles, for glioma therapy.

Further research by Niu has explored prognostic indicators for cancer treatment efficacy, such as the systemic inflammation response index (SIRI) in rectal cancer patients. He has also contributed to studies assessing anatomical variations relevant to surgical procedures and the impact of interventions like noise reduction and music therapy on patient well-being during radiotherapy for gastric cancer. Niu's scholarship metrics include an h-index of 14, 89 total publications, and 903 total citations.

Metrics

  • h-index: 14
  • Publications: 89
  • Citations: 903

Selected Publications

  • A note on Mather-Jacobian multiplier ideals (2025) DOI
  • Vanishing theorems for Mather–Jacobian multiplier ideals on a Gorenstein projective variety (2024) DOI
  • A note on an effective bound for the gonality conjecture (2024) DOI
  • A Castelnuovo-Mumford regularity bound for threefolds with rational singularities (2022) DOI
  • Regularity Bounds by Projection (2021) DOI
  • On blowup of secant varieties of curves (2021) DOI
  • Log canonical thresholds of generic links of generic determinantal varieties (2021) DOI
  • A remark on global sections of secant bundles of curves (2021) DOI

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